library(ggplot2)
library(reshape2)
library(gridExtra)
library(scales)
source("../Rscripts/BaseScripts.R")
library(data.table)

1 Using bedtools to extract the number of mapped reas per 1k-window per population

1.1 Create bed files with 1k windows

chsize<-read.table("../Data/new_vcf/chr_sizes.bed")

#Prevent scientific notation in bed files
options(scipen=999)
library(DataCombine)

for (i in 1:26){
    l<-chsize$V3[i]
    ends<-seq(1000,l, by=1000)
    start<-seq(1,l, by=1000) 
   
    new<-data.frame(ch=paste0("chr",i), st=start,en=c(ends, l))
    new<-InsertRow(new,c("track=e=bedGrapph", '', ''), 1)
    write.table(new, paste0("../Data/bam_depth/bed1k/chr",i,"_1k.bed"), row.names = F, col.names = F, quote = F, sep = "\t")
}

1.2 Creat bash scripts to sort and index bam files

pops_info<-read.csv("../Data/Sample_metadata_892pops.csv")
pops<-unique(pops_info$Population.Year)


for (i in 1: length(pops)){
    df<-pops_info[pops_info$Population.Year==pops[i],]
    sink(paste0("../Data/Slurmscripts/sort_bam_", pops[i],".sh"))
    cat("#!/bin/bash -l\n")
    cat(paste0("#SBATCH --job-name=sort",pops[i]," \n"))
    cat(paste0("#SBATCH --mem=16G \n")) 
    cat(paste0("#SBATCH --ntasks=8 \n")) 
    cat(paste0("#SBATCH -e =sort",pops[i],".err  \n"))
    cat(paste0("#SBATCH --time=200:00:00  \n"))
    cat(paste0("#SBATCH -p high  \n"))
    cat("\n\n")
    cat("module load samtools \n\n") 
         
    for (j in 1:nrow(df)){
        cat(paste0("samtools sort /home/eoziolor/phpopg/data/align/",df$Sample[j],".bam -o /home/ktist/ph/data/bam/",df$Sample[j],"_sorted.bam \n"))
        cat(paste0("samtools index /home/ktist/ph/data/bam/",df$Sample[j],"_sorted.bam \n"))
    }
    sink(NULL)
}


for (i in 1: length(pops)){
    df<-pops_info[pops_info$Population.Year==pops[i],]
    sink(paste0("../Data/Slurmscripts/bedtools_count_", pops[i],".sh"))
    cat("#!/bin/bash -l\n")
    cat(paste0("#SBATCH --job-name=ct",pops[i]," \n"))
    cat(paste0("#SBATCH --mem=16G \n")) 
    cat(paste0("#SBATCH --ntasks=8 \n")) 
    cat(paste0("#SBATCH -e =ct",pops[i],".err  \n"))
    cat(paste0("#SBATCH --time=240:00:00  \n"))
    cat(paste0("#SBATCH -p high  \n"))
    cat("\n\n")
    cat("module load bedtools \n\n") 
    
    for (c in 1:26){
        cat(paste0("bedtools multicov -bams "))
        for (j in 1: nrow(df)){
            cat(paste0("/home/ktist/ph/data/bam/",df$Sample[j] , "_sorted.bam "))
        }
        cat(paste0("-bed /home/ktist/ph/data/bam_depth/chr",c,"_1k.bed > /home/ktist/ph/data/coverage/",pops[i],"_chr",c,".txt \n"))
    }
    sink(NULL)

}

1.3 Calculated the normalized number of mapped reads (based on the total count of reads)

  • Located in Data/bam_depth/ReadNumbers/
pops_info<-read.csv("../Data/Sample_metadata_892pops.csv")
pops<-unique(pops_info$Population.Year)

## Get the total raw read count per sample from each bam file
sink("../Data/Slurmscripts/Raw_total_read_count.sh")
cat("#!/bin/bash -l\n")
cat(paste0("#SBATCH --job-name=totalRead \n"))
cat(paste0("#SBATCH --mem=16G \n")) 
cat(paste0("#SBATCH --ntasks=8 \n")) 
cat(paste0("#SBATCH -e =totalRead.err  \n"))
cat(paste0("#SBATCH --time=240:00:00  \n"))
cat(paste0("#SBATCH -p high  \n"))
cat("\n\n")
cat("module load samtools \n\n") 

for (j in 1:nrow(pops_info)){
    cat(paste0("samtools view -c -F 260 ", "/home/ktist/ph/data/bam/", pops_info$Sample[j], "_sorted.bam > ", pops_info$Sample[j],"_count.txt \n"))
    }
sink(NULL)


# Compile the files into one
rfiles<-list.files("../Data/bam_depth/RawTotal/")
rawTotal<-data.frame(sample=rfiles)
for (i in 1: length(rfiles)){
    df<-read.table(paste0("../Data/bam_depth/RawTotal/",rfiles[i]))
    fname<-gsub("_count.txt", '',rfiles[i])
    rawTotal$sample[i]<-fname
    rawTotal$pop[i]<-pops_info$Population.Year[pops_info$Sample==fname]
    rawTotal$rawTotal[i]<-df$V1[1]
}
write.csv(rawTotal, "../Output/CNV/rawReadTotalCount_perSample.csv", row.names = F)

for (i in 1:length(pops)){
    pop<-pops[i]
    popdf<-pops_info[pops_info$Population.Year==pop,]
    n<-nrow(popdf)
    for(j in 1:26){
        #read the mapped read number file
        df<-read.table(paste0("../Data/bam_depth/ReadNumbers/",pop,"_chr",j,".txt"))
        # normalized by the total read count 
        df2<-df[,4:ncol(df)]/rawTotal$rawTotal[rawTotal$pop==pop]*10^7
        # calculate average
        df2$mean<-rowMeans(df2)
        reads<-cbind(df[,1:3],df2)
        write.csv(reads, paste0("../Output/CNV/ReadNumber_normalized_",pop,"_chr",j,'.csv'), row.names = F)
    }
}


# create a summary of total read count file for record
for (c in 1:26){
    total<-data.frame()
    for (i in 1: length(pops)){
        pop<-pops[i]
        popdf<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop, "_chr",c,".csv"))
        popdf<-popdf[,c(1:3, ncol(popdf))]
        popdf$pop<-pop
        total<-rbind(total, popdf)
    }
    write.csv(total, paste0("../Output/CNV/Chr",c,"_meanReadCount_perPop.csv"))
}

# Visualize the output
#ex. chr1
#c1<-read.csv("../Output/CNV/Chr1_meanReadCount_perPop.csv", row.names = 1)
#ggplot(total[total$V3<1000000,], aes(x=V3, y=mean, color=pop))+
#        geom_point(size=.5)
#

2 Compare the normalized read counts per 1k window between populations

2.1 1. PWS between years

2.1.1 Plot the overlapping regions between population pairs to look for candidate regions

pws<-c("PWS91","PWS96","PWS07","PWS17")
comb<-t(combn(pws,2))

Plots<-list()
for (c in 1:26){
    Results<-data.frame()
    for (i in 1:nrow(comb)){
        pop1<-comb[i,1]
        pop2<-comb[i,2]
        n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
        n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
        
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=5), runpos)
        
        # filter the results to only consecutive positions
        if(length(runpos3)>0){
            positions<-unlist(runpos3)
            results<-results[results$number %in% positions,]
            results$comp<-paste0(pop1,"_",pop2)
            Results<-rbind(Results, results)
            write.csv(Results, paste0("../Output/CNV/pairComp/runOver5k.in.chr",c,".csv"))
        }
    }
    
    
    ovlap<-as.data.frame.matrix(table(Results$number, Results$comp))
    ovlap<-ovlap/2
    ovlap$sum<-rowSums(ovlap)
    ovlap<-ovlap[ovlap$sum>=2,]
    ovlap$number<-as.integer(rownames(ovlap))
    
    ovlap<-merge(ovlap, re1[,c("number","V2")], by="number")
    write.csv(ovlap,paste0("../Output/CNV/pairComp/Overlapping.positions.runOver5k.chr",c,".csv"))
    plots[[c]]<-ggplot(ovlap, aes(x=V2, y=sum))+
        geom_point(size=0.6, color="steelblue")+
        ggtitle(paste0("Chr",c))+
        xlab("")+ylab("No. of population pairs")+
        scale_y_continuous(breaks = seq(2, max(ovlap$sum), by = 1))+
            theme_light()+
        scale_x_continuous(breaks=seq(0, max(re1$V2), by=5000000), labels=comma)+
        theme(panel.grid.minor.y=element_blank())
}


 {pdf(paste0("../Output/CNV/pairComp/overlapping_windows_PWS.pdf"), width = 12, height = 30)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}

2.1.2 Plot the regions with P<0.01 for >5 windows per pair

# Run Wilcoxon test and extract the sites with P<0.01 over 5 windows (5k)
# Create a pair table 
pws<-c("PWS91","PWS96","PWS07","PWS17")
comb<-t(combn(pws,2))
#reorder the comb
comb<-comb[c(1,4,6,2,3,5),]

#chromossome size
chsize<-read.table("../Data/new_vcf/chr_sizes.bed")

# name the colors
colors<-cols[c(1,2,3,5)]
names(colors)<-pws

for (c in 1:26){
    plotlist<-list()
    for (i in 1:nrow(comb)){
        pop1<-comb[i,1]
        pop2<-comb[i,2]
        n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
        n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
        
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=5), runpos)
        #saveRDS(runpos3,file=paste0("../Output/CNV/pairComp/chr",c,"_",pop1,".",pop2,"_consecutiveWindows.RData"))
        # filter the results to only consective positions
        positions<-unlist(runpos3)
        results<-results[results$number %in% positions,]
        
        colpairs<-colors[c(pop1,pop2)]
        results$pop<-factor(results$pop, levels=pws)
        plotlist[[i]]<-ggplot(results, aes(x=V2, y=mean, color=pop))+
            geom_point(size=1, position=position_dodge(width = 1))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 3), width=0.3, size=0.2)+
            ggtitle(paste0("Chr",c," ", pop1,"-",pop2))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+xlim(0,chsize$V3[c])+
            scale_color_manual(values=paste0(colpairs, "66"))+
            theme_bw()
        
    
    }
    
    {pdf(paste0("../Output/CNV/pairComp/chr",c,"_PWS_5windows.pdf"), width = 12, height = 16)
    do.call(grid.arrange, c(plotlist, ncol=1))
    dev.off()}
    
}
  • Chr 1

2.1.3 Look at the bam files for the candidate loci

# Start with windows with significant read numbers difference in multiple population pairs
#Prevent scientific notation in bed files
options(scipen=999)

nobuffer<-data.frame(chr="chr",start="start",end="end")
bedfile<-data.frame(chr="chr",start="start",end="end")

for (i in 1:26){
    df<-read.csv(paste0("../Output/CNV/pairComp/Overlapping.positions.runOver5k.chr",i,".csv"))
    df<-df[df$sum>=4,]
    
    if (nrow(df)>0){
        breaks<-c(0, which(diff(df$number) != 1),length(df$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) df$number[(breaks[x]+1):breaks[x+1]])
        
        if (is.list(runpos)) {
            runpos<-Filter(function(x) any(length(unlist(x))>=5), runpos)
            for (j in 1:length(runpos)){
                pos<-runpos[j]
                pos<-unlist(pos)
                #no buffer bedfile
                bed1<-data.frame(chr=paste0("chr",i), start=df$V2[df$number==pos[1]], end=df$V2[df    $number==pos[length(pos)]]+999)
                nobuffer<-rbind(nobuffer, bed1)               
                # add 50k buffer around the bed files
                bed<-data.frame(chr=paste0("chr",i), start=df$V2[df$number==pos[1]], end=df$V2[df    $number==pos[length(pos)]]+999+50000)
                if (bed$start[1]<50000) bed$start[1]<-0
                if (bed$start[1]>=50000) bed$start[1]<-bed$start[1]-50000
                
                bedfile<-rbind(bedfile,bed)
            }
        
        }
        
        if (!is.list(runpos)){
            if (nrow(runpos)>=5){
                bed<-data.frame(chr=paste0("chr",i), start=runpos[1,1], end=runpos[nrow(runpos),1]+999+50000)
                if (bed$start[1]<50000) bed$start[1]<-0
                if (bed$start[1]>=50000) bed$start[1]<-bed$start[1]-50000
                bedfile<-rbind(bedfile,bed)
                bed1<-data.frame(chr=paste0("chr",i), start=runpos[1,1], end=runpos[nrow(runpos),1]+999)
                nobuffer<-rbind(nobuffer, bed1)    
                
            }
            
        }
        
        
    }
}
bedfile<-bedfile[-1,]
write.table(bedfile, "../Output/CNV/pairComp/PWS_4overlap_regions.bed", row.names=F, col.names=F,quote=F, sep="\t")
nobuffer<-nobuffer[-1,]
write.table(nobuffer, "../Output/CNV/pairComp/PWS_4overlap_regions_noBuffer.bed", row.names=F, col.names=F,quote=F, sep="\t")
 

   
#create a slurm script file to extract regions to visualize

pws96<-pops_info$Sample[pops_info$Population.Year=="PWS96"]
pws91<-pops_info$Sample[pops_info$Population.Year=="PWS91"]
pws07<-pops_info$Sample[pops_info$Population.Year=="PWS07"]
pws17<-pops_info$Sample[pops_info$Population.Year=="PWS17"]

sink("../Data/Slurmscripts/Extract_Depth_PWS.sh")
cat("#!/bin/bash -l")
cat("\n")
cat(paste0("#SBATCH --job-name=DepthPWS \n"))
cat(paste0("#SBATCH --mem=16G \n")) 
cat(paste0("#SBATCH --ntasks=1 \n")) 
cat(paste0("#SBATCH -e Extract_Depth1.err  \n"))
cat(paste0("#SBATCH --time=144:00:00  \n"))
cat(paste0("#SBATCH --mail-user=ktist@ucdavis.edu ##email you when job starts,ends,etc \n"))
cat(paste0("#SBATCH --mail-type=ALL \n"))
cat(paste0("#SBATCH -p high  \n"))
cat("\n\n")
cat("module load samtools \n") 

for (i in 1:20){
    cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws91[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws91[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws91[i],"_overlapRegions.txt \n"))
    
    cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws96[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws96[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws96[i],"_overlapRegions.txt \n"))
    
    cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws07[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws07[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws07[i],"_overlapRegions.txt \n"))
     cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws17[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws17[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws17[i],"_overlapRegions.txt \n"))
}
sink(NULL)

#plot the results per regions


pwslist<-c("pws91","pws96","pws07","pws17")

nobuffer<-read.table("../Output/CNV/pairComp/PWS_4overlap_regions_noBuffer.bed", sep="\t")
bedfile<-read.table("../Output/CNV/pairComp/PWS_4overlap_regions.bed", sep="\t")

totalreads<-read.csv("../Output/CNV/rawReadTotalCount_perSample.csv")

for (j in 1:length(pwslist)){
    plist<-get(paste0(pwslist[j]))
    depth_list<-list()
    for (i in 1:20){
        df<-fread(paste0("../Data/bam_depth/PWS_overlap/",plist[i],"_overlapRegions.txt.gz"))
        
        reads<-list()
        for (b in 1: nrow(bedfile)){
            dp<-df[V1==bedfile$V1[b]& V2>=bedfile$V2[b] & V2<= bedfile$V3[b]]
            dp$sample<-plist[i]
            reads[[b]]<-dp
        }
        depth_list[[i]]<-reads
        names(depth_list)[i]<-plist[i]
    }
    #saveRDS(depth_list,file=paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/", pwslist[j],"_depths.RData"))
    
    for (b in 1: nrow(bedfile)){
        data<-lapply(depth_list, '[[', b)
        depths<-do.call(rbind,data)
        ggplot(depths, aes(x=V2, y=V3))+
            facet_wrap(~sample, ncol=4)+
            geom_point(size=0.3, alpha=0.4, color="blue")+
            ylab("Read depth")+xlab("")+theme_bw()+
            theme(panel.grid = element_blank())+ylim(0,30)+
            ggtitle(paste0(bedfile$V1[b]," ",nobuffer$V2[b],"-",nobuffer$V3[b]))+
            geom_vline(xintercept = nobuffer$V2[b], color="gray70", size=0.3)+
            geom_vline(xintercept = nobuffer$V3[b], color="gray70", size=0.3)
        ggsave(paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/region_",b,"_",pwslist[j],".png"), width = 12, height=9, dpi=300)
        }
    }
    
        
}
        
depth_list<-readRDS(file="../Output/CNV/pairComp/PWS_overlap_individual_depth/pws91_depths.RData")
j=1

for (b in 2: nrow(bedfile)){
        data<-lapply(depth_list, '[[', b)
        depths<-do.call(rbind,data)
        ggplot(depths, aes(x=V2, y=V3))+
            facet_wrap(~sample, ncol=4)+
            geom_point(size=0.3, alpha=0.4, color="blue")+
            ylab("Read depth")+xlab("")+theme_bw()+
            theme(panel.grid = element_blank())+ylim(0,30)+
            ggtitle(paste0(bedfile$V1[b]," ",nobuffer$V2[b],"-",nobuffer$V3[b]))+
            geom_vline(xintercept = nobuffer$V2[b], color="gray70", size=0.3)+
            geom_vline(xintercept = nobuffer$V3[b], color="gray70", size=0.3)
        ggsave(paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/region_",b,"_",pwslist[j],".png"), width = 12, height=9, dpi=300)
        }

2.2 2. Year 2017 population comparison

2.3 1. PWS between years

2.3.1 Plot the overlapping regions between population pairs to look for candidate regions

# Year2017 populations
y17<-c("TB17","PWS17","SS17","BC17","WA17","CA17")
comb2<-t(combn(y17,2))


plots<-list()
for (c in 2:26){
    Results<-data.frame()
    for (i in 1:nrow(comb2)){
        pop1<-comb2[i,1]
        pop2<-comb2[i,2]
        n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
        n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
        
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=5), runpos)
        
        # filter the results to only consecutive positions
        if(length(runpos3)>0){
            positions<-unlist(runpos3)
            results<-results[results$number %in% positions,]
            results$comp<-paste0(pop1,"_",pop2)
            Results<-rbind(Results, results)
        }
       }
    write.csv(Results, paste0("../Output/CNV/pairComp/Y2017/runOver5k.Y17.chr",c,".csv"))

    
    ovlap<-as.data.frame.matrix(table(Results$number, Results$comp))
    ovlap<-ovlap/2
    ovlap$sum<-rowSums(ovlap)
    ovlap<-ovlap[ovlap$sum>=2,]
    ovlap$number<-as.integer(rownames(ovlap))
    
    ovlap<-merge(ovlap, re1[,c("number","V2")], by="number")
    write.csv(ovlap,paste0("../Output/CNV/pairComp/Y2017/Overlapping.positions.Y17.runOver5k.chr",c,".csv"))
    
    plots[[c]]<-ggplot(ovlap, aes(x=V2, y=sum))+
        geom_point(size=0.6, color="steelblue")+
        ggtitle(paste0("Chr",c))+
        xlab("")+ylab("No. of population pairs")+
        scale_y_continuous(breaks = seq(2, max(ovlap$sum), by = 1))+
            theme_light()+
        scale_x_continuous(breaks=seq(0, max(re1$V2), by=5000000), labels=comma)+
        theme(panel.grid.minor.y=element_blank())
}


 {pdf(paste0("../Output/CNV/pairComp/Y2017/overlapping_windows_Y2017.pdf"), width = 12, height = 30)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
# Year2017 populations
y17<-c("TB17","PWS17","SS17","BC17","WA17","CA17")
comb2<-t(combn(y17,2))

#look at some regions from PWS overlaps (especially chr9 with a high coverage region)
#create a slurm script file to extract regions to visualize

sink("../Data/Slurmscripts/Extract_Depth_Y17.sh")
cat("#!/bin/bash -l")
cat("\n")
cat(paste0("#SBATCH --job-name=DepthY17 \n"))
cat(paste0("#SBATCH --mem=16G \n")) 
cat(paste0("#SBATCH --ntasks=1 \n")) 
cat(paste0("#SBATCH -e Extract_Depth1.err  \n"))
cat(paste0("#SBATCH --time=144:00:00  \n"))
cat(paste0("#SBATCH --mail-user=ktist@ucdavis.edu ##email you when job starts,ends,etc \n"))
cat(paste0("#SBATCH --mail-type=ALL \n"))
cat(paste0("#SBATCH -p high  \n"))
cat("\n\n")
cat("module load samtools \n") 

for (j in 1: length(y17)){
    pop<-y17[j]
    samples<-pops_info$Sample[pops_info$Population.Year==pop]
    for (i in 1:40){
        cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/Overlaps_reads.bed /home/ktist/ph/data/bam/", samples[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/Y17/",samples[i],"_overlaps.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/Y17/",samples[i],"_overlaps.txt \n"))
    }
}
sink(NULL)



#nobuffer<-read.table("../Output/CNV/pairComp/PWS_4overlap_regions_noBuffer.bed", sep="\t")
bed<-read.table("../Data/Slurmscripts/Overlaps_reads.bed", sep="\t")

totalreads<-read.csv("../Output/CNV/rawReadTotalCount_perSample.csv")
min(totalreads$rawTotal)
meanTotal<-aggregate(totalreads$rawTotal, by=list(totalreads$pop), mean)
for (j in 1:length(y17)){
    plist<-pops_info$Sample[pops_info$Population.Year==y17[j]]
    depthlist<-list()
    for (i in 1:10){
        df<-fread(paste0("../Data/bam_depth/PWS_overlap/Y17/",plist[i],"_overlaps.txt.gz"))
        total<-totalreads$rawTotal[totalreads$sample==plist[i]]
        df$V3<-df$V3/total*10000000
        reads<-list()
        for (b in 1: nrow(bed)){
            dp<-df[V1==bed$V1[b]& V2>=bed$V2[b] & V2<= bed$V3[b]]
            
            dp$sample<-plist[i]
            reads[[b]]<-dp
        }
        depthlist[[i]]<-reads
        names(depthlist)[i]<-plist[i]
    }
    #saveRDS(depth_list,file=paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/", pwslist[j],"_depths.RData"))
    
    #for (b in 2: nrow(bed)){
    for (b in 7:7)
        data<-lapply(depthlist, '[[', b)
        depths<-do.call(rbind,data)
        #ymax<-ifelse(b==7|b==6, 60, 30)
        ggplot(depths, aes(x=V2, y=V3))+
            facet_wrap(~sample, ncol=4)+
            geom_point(size=0.3, alpha=0.4, color="#0096FF")+
            ylab("Read depth")+xlab("")+theme_bw()+
            theme(panel.grid = element_blank())+ylim(0,70)+
            ggtitle(paste0(bed$V1[b]," ",bed$V2[b],"-",bed$V3[b]))
            #geom_vline(xintercept = nobuffer$V2[b], color="gray70", size=0.3)+
            #geom_vline(xintercept = nobuffer$V3[b], color="gray70", size=0.3)
        ggsave(paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/Y17_region",b,".norm10.",y17[j],".png"), width = 12, height=7, dpi=300)
        }
    }
    
        
}


for (c in 1:26){
    df1<-read.csv(paste0("../Output/CNV/pairComp/Y2017/runOver5k.Y17.chr",c,".csv"))
    ov<-read.csv(paste0("../Output/CNV/pairComp/Y2017/Overlapping.positions.Y17.runOver5k.chr",c,".csv"))
    df<-df1[df1$number %in% ov$number,]
    ggplot(df, aes(x=V2, y=mean, color=pop))+
        geom_point(size=0.6, position=position_dodge(width = 100000), alpha=0.5)+
        geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 100000), width=10, size=0.2)+
        ggtitle(paste0("Chr ",c))+
        xlab("")+ylab("normalized mean read count per 1k window")+
        theme(legend.title = element_blank())+xlim(0,chsize$V3[c])+
        theme_bw()
    ggsave(paste0("../Output/CNV/pairComp/Y2017/Overlapping_sites_chr",c,".png"), width = 13, height=3, dpi=300)
}

for (i in 1:nrow(comb2)){
    pop1<-comb2[i,1]
    pop2<-comb2[i,2]
    n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
    n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
    for (c in 1:26){
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=3), runpos)
        saveRDS(runpos3,file=paste0("../Output/CNV/pairComp/chr",c,"_",pop1,".",pop2,"_consecutiveWindows.RData"))
        # filter the results to only consective positions
        positions<-unlist(runpos3)
        results<-results[results$number %in% positions,]
        
        plots<-list()
        plots[[1]]<-ggplot(results[results$V3<=10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.6))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.6), width=0.3, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
        plots[[2]]<-ggplot(results[results$V3<=20000000&results$V3>10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
        plots[[3]]<-ggplot(results[results$V3>20000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
     
        {pdf(paste0("../Output/CNV/pairComp/Y17/",pop1,".",pop2,"_chr",c,".pdf"), width = 12, height = 12)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
        
        
    }
}
#plotting 

for (i in 1:nrow(comb)){
    pop1<-comb[i,1]
    pop2<-comb[i,2]
    n1<-ncol(df1)-4
    n2<-ncol(df2)-4
    for (c in 1:26){
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        df1$sd<-apply(df1[,c(4:(ncol(df1)-1))], 1, sd)
        df2$sd<-apply(df2[,c(4:(ncol(df2)-1))], 1, sd)
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
          
        plots<-list()
        plots[[1]]<-ggplot(results[results$V3<=10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
        plots[[2]]<-ggplot(results[results$V3<=20000000&results$V3>10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()+ylab(0,)
        plots[[3]]<-ggplot(results[results$V3>20000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
     
        {pdf(paste0("../Output/CNV/pairComp/",pop1,".",pop2,"_chr",c,".pdf"), width = 12, height = 12)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
        
    }
}
---
title: "Assess Mapped Reads with Bedtools"
output:
  html_notebook:
      toc: true 
      toc_float: true
      number_sections: True
      theme: lumen
      highlight: tango
      code_folding: hide
      df_print: paged
---

```{r eval=FALSE, message=FALSE, warning=FALSE}
library(ggplot2)
library(reshape2)
library(gridExtra)
library(scales)
source("../Rscripts/BaseScripts.R")
library(data.table)
```



# Using bedtools to extract the number of mapped reas per 1k-window per population

## Create bed files with 1k windows  

```{r eval=FALSE, message=FALSE, warning=FALSE}
chsize<-read.table("../Data/new_vcf/chr_sizes.bed")

#Prevent scientific notation in bed files
options(scipen=999)
library(DataCombine)

for (i in 1:26){
    l<-chsize$V3[i]
    ends<-seq(1000,l, by=1000)
    start<-seq(1,l, by=1000) 
   
    new<-data.frame(ch=paste0("chr",i), st=start,en=c(ends, l))
    new<-InsertRow(new,c("track=e=bedGrapph", '', ''), 1)
    write.table(new, paste0("../Data/bam_depth/bed1k/chr",i,"_1k.bed"), row.names = F, col.names = F, quote = F, sep = "\t")
}



```

## Creat bash scripts to sort and index bam files  

```{r eval=FALSE, message=FALSE, warning=FALSE}
pops_info<-read.csv("../Data/Sample_metadata_892pops.csv")
pops<-unique(pops_info$Population.Year)


for (i in 1: length(pops)){
    df<-pops_info[pops_info$Population.Year==pops[i],]
    sink(paste0("../Data/Slurmscripts/sort_bam_", pops[i],".sh"))
    cat("#!/bin/bash -l\n")
    cat(paste0("#SBATCH --job-name=sort",pops[i]," \n"))
    cat(paste0("#SBATCH --mem=16G \n")) 
    cat(paste0("#SBATCH --ntasks=8 \n")) 
    cat(paste0("#SBATCH -e =sort",pops[i],".err  \n"))
    cat(paste0("#SBATCH --time=200:00:00  \n"))
    cat(paste0("#SBATCH -p high  \n"))
    cat("\n\n")
    cat("module load samtools \n\n") 
         
    for (j in 1:nrow(df)){
        cat(paste0("samtools sort /home/eoziolor/phpopg/data/align/",df$Sample[j],".bam -o /home/ktist/ph/data/bam/",df$Sample[j],"_sorted.bam \n"))
        cat(paste0("samtools index /home/ktist/ph/data/bam/",df$Sample[j],"_sorted.bam \n"))
    }
    sink(NULL)
}


for (i in 1: length(pops)){
    df<-pops_info[pops_info$Population.Year==pops[i],]
    sink(paste0("../Data/Slurmscripts/bedtools_count_", pops[i],".sh"))
    cat("#!/bin/bash -l\n")
    cat(paste0("#SBATCH --job-name=ct",pops[i]," \n"))
    cat(paste0("#SBATCH --mem=16G \n")) 
    cat(paste0("#SBATCH --ntasks=8 \n")) 
    cat(paste0("#SBATCH -e =ct",pops[i],".err  \n"))
    cat(paste0("#SBATCH --time=240:00:00  \n"))
    cat(paste0("#SBATCH -p high  \n"))
    cat("\n\n")
    cat("module load bedtools \n\n") 
    
    for (c in 1:26){
        cat(paste0("bedtools multicov -bams "))
        for (j in 1: nrow(df)){
            cat(paste0("/home/ktist/ph/data/bam/",df$Sample[j] , "_sorted.bam "))
        }
        cat(paste0("-bed /home/ktist/ph/data/bam_depth/chr",c,"_1k.bed > /home/ktist/ph/data/coverage/",pops[i],"_chr",c,".txt \n"))
    }
    sink(NULL)

}

```


## Calculated the normalized number of mapped reads (based on the total count of reads)

* Located in Data/bam_depth/ReadNumbers/ 

```{r eval=FALSE, message=FALSE, warning=FALSE}
pops_info<-read.csv("../Data/Sample_metadata_892pops.csv")
pops<-unique(pops_info$Population.Year)

## Get the total raw read count per sample from each bam file
sink("../Data/Slurmscripts/Raw_total_read_count.sh")
cat("#!/bin/bash -l\n")
cat(paste0("#SBATCH --job-name=totalRead \n"))
cat(paste0("#SBATCH --mem=16G \n")) 
cat(paste0("#SBATCH --ntasks=8 \n")) 
cat(paste0("#SBATCH -e =totalRead.err  \n"))
cat(paste0("#SBATCH --time=240:00:00  \n"))
cat(paste0("#SBATCH -p high  \n"))
cat("\n\n")
cat("module load samtools \n\n") 

for (j in 1:nrow(pops_info)){
    cat(paste0("samtools view -c -F 260 ", "/home/ktist/ph/data/bam/", pops_info$Sample[j], "_sorted.bam > ", pops_info$Sample[j],"_count.txt \n"))
    }
sink(NULL)


# Compile the files into one
rfiles<-list.files("../Data/bam_depth/RawTotal/")
rawTotal<-data.frame(sample=rfiles)
for (i in 1: length(rfiles)){
    df<-read.table(paste0("../Data/bam_depth/RawTotal/",rfiles[i]))
    fname<-gsub("_count.txt", '',rfiles[i])
    rawTotal$sample[i]<-fname
    rawTotal$pop[i]<-pops_info$Population.Year[pops_info$Sample==fname]
    rawTotal$rawTotal[i]<-df$V1[1]
}
write.csv(rawTotal, "../Output/CNV/rawReadTotalCount_perSample.csv", row.names = F)

for (i in 1:length(pops)){
    pop<-pops[i]
    popdf<-pops_info[pops_info$Population.Year==pop,]
    n<-nrow(popdf)
    for(j in 1:26){
        #read the mapped read number file
        df<-read.table(paste0("../Data/bam_depth/ReadNumbers/",pop,"_chr",j,".txt"))
        # normalized by the total read count 
        df2<-df[,4:ncol(df)]/rawTotal$rawTotal[rawTotal$pop==pop]*10^7
        # calculate average
        df2$mean<-rowMeans(df2)
        reads<-cbind(df[,1:3],df2)
        write.csv(reads, paste0("../Output/CNV/ReadNumber_normalized_",pop,"_chr",j,'.csv'), row.names = F)
    }
}


# create a summary of total read count file for record
for (c in 1:26){
    total<-data.frame()
    for (i in 1: length(pops)){
        pop<-pops[i]
        popdf<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop, "_chr",c,".csv"))
        popdf<-popdf[,c(1:3, ncol(popdf))]
        popdf$pop<-pop
        total<-rbind(total, popdf)
    }
    write.csv(total, paste0("../Output/CNV/Chr",c,"_meanReadCount_perPop.csv"))
}

# Visualize the output
#ex. chr1
#c1<-read.csv("../Output/CNV/Chr1_meanReadCount_perPop.csv", row.names = 1)
#ggplot(total[total$V3<1000000,], aes(x=V3, y=mean, color=pop))+
#        geom_point(size=.5)
#

```


# Compare the normalized read counts per 1k window between populations  

## 1. PWS between years

### Plot the overlapping regions between population pairs to look for candidate regions  

```{r eval=FALSE, message=FALSE, warning=FALSE}
pws<-c("PWS91","PWS96","PWS07","PWS17")
comb<-t(combn(pws,2))

Plots<-list()
for (c in 1:26){
    Results<-data.frame()
    for (i in 1:nrow(comb)){
        pop1<-comb[i,1]
        pop2<-comb[i,2]
        n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
        n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
        
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=5), runpos)
        
        # filter the results to only consecutive positions
        if(length(runpos3)>0){
            positions<-unlist(runpos3)
            results<-results[results$number %in% positions,]
            results$comp<-paste0(pop1,"_",pop2)
            Results<-rbind(Results, results)
            write.csv(Results, paste0("../Output/CNV/pairComp/runOver5k.in.chr",c,".csv"))
        }
    }
    
    
    ovlap<-as.data.frame.matrix(table(Results$number, Results$comp))
    ovlap<-ovlap/2
    ovlap$sum<-rowSums(ovlap)
    ovlap<-ovlap[ovlap$sum>=2,]
    ovlap$number<-as.integer(rownames(ovlap))
    
    ovlap<-merge(ovlap, re1[,c("number","V2")], by="number")
    write.csv(ovlap,paste0("../Output/CNV/pairComp/Overlapping.positions.runOver5k.chr",c,".csv"))
    plots[[c]]<-ggplot(ovlap, aes(x=V2, y=sum))+
        geom_point(size=0.6, color="steelblue")+
        ggtitle(paste0("Chr",c))+
        xlab("")+ylab("No. of population pairs")+
        scale_y_continuous(breaks = seq(2, max(ovlap$sum), by = 1))+
            theme_light()+
        scale_x_continuous(breaks=seq(0, max(re1$V2), by=5000000), labels=comma)+
        theme(panel.grid.minor.y=element_blank())
}


 {pdf(paste0("../Output/CNV/pairComp/overlapping_windows_PWS.pdf"), width = 12, height = 30)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
        
```
![](../Output/CNV/pairComp/overlapping_windows_PWS.png)

### Plot the regions with P<0.01 for >5 windows per pair  

```{r eval=FALSE, message=FALSE, warning=FALSE}

# Run Wilcoxon test and extract the sites with P<0.01 over 5 windows (5k)
# Create a pair table 
pws<-c("PWS91","PWS96","PWS07","PWS17")
comb<-t(combn(pws,2))
#reorder the comb
comb<-comb[c(1,4,6,2,3,5),]

#chromossome size
chsize<-read.table("../Data/new_vcf/chr_sizes.bed")

# name the colors
colors<-cols[c(1,2,3,5)]
names(colors)<-pws

for (c in 1:26){
    plotlist<-list()
    for (i in 1:nrow(comb)){
        pop1<-comb[i,1]
        pop2<-comb[i,2]
        n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
        n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
        
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=5), runpos)
        #saveRDS(runpos3,file=paste0("../Output/CNV/pairComp/chr",c,"_",pop1,".",pop2,"_consecutiveWindows.RData"))
        # filter the results to only consective positions
        positions<-unlist(runpos3)
        results<-results[results$number %in% positions,]
        
        colpairs<-colors[c(pop1,pop2)]
        results$pop<-factor(results$pop, levels=pws)
        plotlist[[i]]<-ggplot(results, aes(x=V2, y=mean, color=pop))+
            geom_point(size=1, position=position_dodge(width = 1))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 3), width=0.3, size=0.2)+
            ggtitle(paste0("Chr",c," ", pop1,"-",pop2))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+xlim(0,chsize$V3[c])+
            scale_color_manual(values=paste0(colpairs, "66"))+
            theme_bw()
        
    
    }
    
    {pdf(paste0("../Output/CNV/pairComp/chr",c,"_PWS_5windows.pdf"), width = 12, height = 16)
    do.call(grid.arrange, c(plotlist, ncol=1))
    dev.off()}
    
}
```
* Chr 1
![](../Output/CNV/pairComp/chr1_PWS_5windows.png)
![](../Output/CNV/pairComp/chr15_PWS_5windows.png)

### Look at the bam files for the candidate loci

```{r eval=FALSE, message=FALSE, warning=FALSE}
# Start with windows with significant read numbers difference in multiple population pairs
#Prevent scientific notation in bed files
options(scipen=999)

nobuffer<-data.frame(chr="chr",start="start",end="end")
bedfile<-data.frame(chr="chr",start="start",end="end")

for (i in 1:26){
    df<-read.csv(paste0("../Output/CNV/pairComp/Overlapping.positions.runOver5k.chr",i,".csv"))
    df<-df[df$sum>=4,]
    
    if (nrow(df)>0){
        breaks<-c(0, which(diff(df$number) != 1),length(df$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) df$number[(breaks[x]+1):breaks[x+1]])
        
        if (is.list(runpos)) {
            runpos<-Filter(function(x) any(length(unlist(x))>=5), runpos)
            for (j in 1:length(runpos)){
                pos<-runpos[j]
                pos<-unlist(pos)
                #no buffer bedfile
                bed1<-data.frame(chr=paste0("chr",i), start=df$V2[df$number==pos[1]], end=df$V2[df    $number==pos[length(pos)]]+999)
                nobuffer<-rbind(nobuffer, bed1)               
                # add 50k buffer around the bed files
                bed<-data.frame(chr=paste0("chr",i), start=df$V2[df$number==pos[1]], end=df$V2[df    $number==pos[length(pos)]]+999+50000)
                if (bed$start[1]<50000) bed$start[1]<-0
                if (bed$start[1]>=50000) bed$start[1]<-bed$start[1]-50000
                
                bedfile<-rbind(bedfile,bed)
            }
        
        }
        
        if (!is.list(runpos)){
            if (nrow(runpos)>=5){
                bed<-data.frame(chr=paste0("chr",i), start=runpos[1,1], end=runpos[nrow(runpos),1]+999+50000)
                if (bed$start[1]<50000) bed$start[1]<-0
                if (bed$start[1]>=50000) bed$start[1]<-bed$start[1]-50000
                bedfile<-rbind(bedfile,bed)
                bed1<-data.frame(chr=paste0("chr",i), start=runpos[1,1], end=runpos[nrow(runpos),1]+999)
                nobuffer<-rbind(nobuffer, bed1)    
                
            }
            
        }
        
        
    }
}
bedfile<-bedfile[-1,]
write.table(bedfile, "../Output/CNV/pairComp/PWS_4overlap_regions.bed", row.names=F, col.names=F,quote=F, sep="\t")
nobuffer<-nobuffer[-1,]
write.table(nobuffer, "../Output/CNV/pairComp/PWS_4overlap_regions_noBuffer.bed", row.names=F, col.names=F,quote=F, sep="\t")
 

   
#create a slurm script file to extract regions to visualize

pws96<-pops_info$Sample[pops_info$Population.Year=="PWS96"]
pws91<-pops_info$Sample[pops_info$Population.Year=="PWS91"]
pws07<-pops_info$Sample[pops_info$Population.Year=="PWS07"]
pws17<-pops_info$Sample[pops_info$Population.Year=="PWS17"]

sink("../Data/Slurmscripts/Extract_Depth_PWS.sh")
cat("#!/bin/bash -l")
cat("\n")
cat(paste0("#SBATCH --job-name=DepthPWS \n"))
cat(paste0("#SBATCH --mem=16G \n")) 
cat(paste0("#SBATCH --ntasks=1 \n")) 
cat(paste0("#SBATCH -e Extract_Depth1.err  \n"))
cat(paste0("#SBATCH --time=144:00:00  \n"))
cat(paste0("#SBATCH --mail-user=ktist@ucdavis.edu ##email you when job starts,ends,etc \n"))
cat(paste0("#SBATCH --mail-type=ALL \n"))
cat(paste0("#SBATCH -p high  \n"))
cat("\n\n")
cat("module load samtools \n") 

for (i in 1:20){
    cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws91[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws91[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws91[i],"_overlapRegions.txt \n"))
    
    cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws96[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws96[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws96[i],"_overlapRegions.txt \n"))
    
    cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws07[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws07[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws07[i],"_overlapRegions.txt \n"))
     cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/PWS_4overlap_regions.bed /home/ktist/ph/data/bam/", pws17[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/PWS/",pws17[i],"_overlapRegions.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/PWS/",pws17[i],"_overlapRegions.txt \n"))
}
sink(NULL)

#plot the results per regions


pwslist<-c("pws91","pws96","pws07","pws17")

nobuffer<-read.table("../Output/CNV/pairComp/PWS_4overlap_regions_noBuffer.bed", sep="\t")
bedfile<-read.table("../Output/CNV/pairComp/PWS_4overlap_regions.bed", sep="\t")

totalreads<-read.csv("../Output/CNV/rawReadTotalCount_perSample.csv")

for (j in 1:length(pwslist)){
    plist<-get(paste0(pwslist[j]))
    depth_list<-list()
    for (i in 1:20){
        df<-fread(paste0("../Data/bam_depth/PWS_overlap/",plist[i],"_overlapRegions.txt.gz"))
        
        reads<-list()
        for (b in 1: nrow(bedfile)){
            dp<-df[V1==bedfile$V1[b]& V2>=bedfile$V2[b] & V2<= bedfile$V3[b]]
            dp$sample<-plist[i]
            reads[[b]]<-dp
        }
        depth_list[[i]]<-reads
        names(depth_list)[i]<-plist[i]
    }
    #saveRDS(depth_list,file=paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/", pwslist[j],"_depths.RData"))
    
    for (b in 1: nrow(bedfile)){
        data<-lapply(depth_list, '[[', b)
        depths<-do.call(rbind,data)
        ggplot(depths, aes(x=V2, y=V3))+
            facet_wrap(~sample, ncol=4)+
            geom_point(size=0.3, alpha=0.4, color="blue")+
            ylab("Read depth")+xlab("")+theme_bw()+
            theme(panel.grid = element_blank())+ylim(0,30)+
            ggtitle(paste0(bedfile$V1[b]," ",nobuffer$V2[b],"-",nobuffer$V3[b]))+
            geom_vline(xintercept = nobuffer$V2[b], color="gray70", size=0.3)+
            geom_vline(xintercept = nobuffer$V3[b], color="gray70", size=0.3)
        ggsave(paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/region_",b,"_",pwslist[j],".png"), width = 12, height=9, dpi=300)
        }
    }
    
        
}
        
depth_list<-readRDS(file="../Output/CNV/pairComp/PWS_overlap_individual_depth/pws91_depths.RData")
j=1

for (b in 2: nrow(bedfile)){
        data<-lapply(depth_list, '[[', b)
        depths<-do.call(rbind,data)
        ggplot(depths, aes(x=V2, y=V3))+
            facet_wrap(~sample, ncol=4)+
            geom_point(size=0.3, alpha=0.4, color="blue")+
            ylab("Read depth")+xlab("")+theme_bw()+
            theme(panel.grid = element_blank())+ylim(0,30)+
            ggtitle(paste0(bedfile$V1[b]," ",nobuffer$V2[b],"-",nobuffer$V3[b]))+
            geom_vline(xintercept = nobuffer$V2[b], color="gray70", size=0.3)+
            geom_vline(xintercept = nobuffer$V3[b], color="gray70", size=0.3)
        ggsave(paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/region_",b,"_",pwslist[j],".png"), width = 12, height=9, dpi=300)
        }


```


## 2. Year 2017 population comparison

## 1. PWS between years

### Plot the overlapping regions between population pairs to look for candidate regions  

```{r eval=FALSE, message=FALSE, warning=FALSE}
# Year2017 populations
y17<-c("TB17","PWS17","SS17","BC17","WA17","CA17")
comb2<-t(combn(y17,2))


plots<-list()
for (c in 2:26){
    Results<-data.frame()
    for (i in 1:nrow(comb2)){
        pop1<-comb2[i,1]
        pop2<-comb2[i,2]
        n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
        n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
        
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=5), runpos)
        
        # filter the results to only consecutive positions
        if(length(runpos3)>0){
            positions<-unlist(runpos3)
            results<-results[results$number %in% positions,]
            results$comp<-paste0(pop1,"_",pop2)
            Results<-rbind(Results, results)
        }
       }
    write.csv(Results, paste0("../Output/CNV/pairComp/Y2017/runOver5k.Y17.chr",c,".csv"))

    
    ovlap<-as.data.frame.matrix(table(Results$number, Results$comp))
    ovlap<-ovlap/2
    ovlap$sum<-rowSums(ovlap)
    ovlap<-ovlap[ovlap$sum>=2,]
    ovlap$number<-as.integer(rownames(ovlap))
    
    ovlap<-merge(ovlap, re1[,c("number","V2")], by="number")
    write.csv(ovlap,paste0("../Output/CNV/pairComp/Y2017/Overlapping.positions.Y17.runOver5k.chr",c,".csv"))
    
    plots[[c]]<-ggplot(ovlap, aes(x=V2, y=sum))+
        geom_point(size=0.6, color="steelblue")+
        ggtitle(paste0("Chr",c))+
        xlab("")+ylab("No. of population pairs")+
        scale_y_continuous(breaks = seq(2, max(ovlap$sum), by = 1))+
            theme_light()+
        scale_x_continuous(breaks=seq(0, max(re1$V2), by=5000000), labels=comma)+
        theme(panel.grid.minor.y=element_blank())
}


 {pdf(paste0("../Output/CNV/pairComp/Y2017/overlapping_windows_Y2017.pdf"), width = 12, height = 30)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
        
```




```{r eval=FALSE, message=FALSE, warning=FALSE}
# Year2017 populations
y17<-c("TB17","PWS17","SS17","BC17","WA17","CA17")
comb2<-t(combn(y17,2))

#look at some regions from PWS overlaps　(especially chr9 with a high coverage region)
#create a slurm script file to extract regions to visualize

sink("../Data/Slurmscripts/Extract_Depth_Y17.sh")
cat("#!/bin/bash -l")
cat("\n")
cat(paste0("#SBATCH --job-name=DepthY17 \n"))
cat(paste0("#SBATCH --mem=16G \n")) 
cat(paste0("#SBATCH --ntasks=1 \n")) 
cat(paste0("#SBATCH -e Extract_Depth1.err  \n"))
cat(paste0("#SBATCH --time=144:00:00  \n"))
cat(paste0("#SBATCH --mail-user=ktist@ucdavis.edu ##email you when job starts,ends,etc \n"))
cat(paste0("#SBATCH --mail-type=ALL \n"))
cat(paste0("#SBATCH -p high  \n"))
cat("\n\n")
cat("module load samtools \n") 

for (j in 1: length(y17)){
    pop<-y17[j]
    samples<-pops_info$Sample[pops_info$Population.Year==pop]
    for (i in 1:40){
        cat(paste0("samtools depth -b /home/ktist/ph/data/bam_depth/Overlaps_reads.bed /home/ktist/ph/data/bam/", samples[i],"_sorted.bam > /home/ktist/ph/data/bam_depth/Y17/",samples[i],"_overlaps.txt \n"))
    cat(paste0("gzip /home/ktist/ph/data/bam_depth/Y17/",samples[i],"_overlaps.txt \n"))
    }
}
sink(NULL)



#nobuffer<-read.table("../Output/CNV/pairComp/PWS_4overlap_regions_noBuffer.bed", sep="\t")
bed<-read.table("../Data/Slurmscripts/Overlaps_reads.bed", sep="\t")

totalreads<-read.csv("../Output/CNV/rawReadTotalCount_perSample.csv")
min(totalreads$rawTotal)
meanTotal<-aggregate(totalreads$rawTotal, by=list(totalreads$pop), mean)
for (j in 1:length(y17)){
    plist<-pops_info$Sample[pops_info$Population.Year==y17[j]]
    depthlist<-list()
    for (i in 1:10){
        df<-fread(paste0("../Data/bam_depth/PWS_overlap/Y17/",plist[i],"_overlaps.txt.gz"))
        total<-totalreads$rawTotal[totalreads$sample==plist[i]]
        df$V3<-df$V3/total*10000000
        reads<-list()
        for (b in 1: nrow(bed)){
            dp<-df[V1==bed$V1[b]& V2>=bed$V2[b] & V2<= bed$V3[b]]
            
            dp$sample<-plist[i]
            reads[[b]]<-dp
        }
        depthlist[[i]]<-reads
        names(depthlist)[i]<-plist[i]
    }
    #saveRDS(depth_list,file=paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/", pwslist[j],"_depths.RData"))
    
    #for (b in 2: nrow(bed)){
    for (b in 7:7)
        data<-lapply(depthlist, '[[', b)
        depths<-do.call(rbind,data)
        #ymax<-ifelse(b==7|b==6, 60, 30)
        ggplot(depths, aes(x=V2, y=V3))+
            facet_wrap(~sample, ncol=4)+
            geom_point(size=0.3, alpha=0.4, color="#0096FF")+
            ylab("Read depth")+xlab("")+theme_bw()+
            theme(panel.grid = element_blank())+ylim(0,70)+
            ggtitle(paste0(bed$V1[b]," ",bed$V2[b],"-",bed$V3[b]))
            #geom_vline(xintercept = nobuffer$V2[b], color="gray70", size=0.3)+
            #geom_vline(xintercept = nobuffer$V3[b], color="gray70", size=0.3)
        ggsave(paste0("../Output/CNV/pairComp/PWS_overlap_individual_depth/Y17_region",b,".norm10.",y17[j],".png"), width = 12, height=7, dpi=300)
        }
    }
    
        
}


for (c in 1:26){
    df1<-read.csv(paste0("../Output/CNV/pairComp/Y2017/runOver5k.Y17.chr",c,".csv"))
    ov<-read.csv(paste0("../Output/CNV/pairComp/Y2017/Overlapping.positions.Y17.runOver5k.chr",c,".csv"))
    df<-df1[df1$number %in% ov$number,]
    ggplot(df, aes(x=V2, y=mean, color=pop))+
        geom_point(size=0.6, position=position_dodge(width = 100000), alpha=0.5)+
        geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 100000), width=10, size=0.2)+
        ggtitle(paste0("Chr ",c))+
        xlab("")+ylab("normalized mean read count per 1k window")+
        theme(legend.title = element_blank())+xlim(0,chsize$V3[c])+
        theme_bw()
    ggsave(paste0("../Output/CNV/pairComp/Y2017/Overlapping_sites_chr",c,".png"), width = 13, height=3, dpi=300)
}

for (i in 1:nrow(comb2)){
    pop1<-comb2[i,1]
    pop2<-comb2[i,2]
    n1<-nrow(pops_info[pops_info$Population.Year==pop1,])
    n2<-nrow(pops_info[pops_info$Population.Year==pop2,])
    for (c in 1:26){
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        #add row numbers to find consecutive windows
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        #calculate SD for plotting
        df1$sd<-apply(df1[,c(4:(n1+3))], 1, sd)
        df2$sd<-apply(df2[,c(4:(n2+3))], 1, sd)
        
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
        # Find consecutive windows
        re1<-re1[order(re1$number),]
        breaks<-c(0, which(diff(re1$number) != 1),length(re1$number))
        runpos<-sapply(seq(length(breaks)-1),
               function(x) re1$number[(breaks[x]+1):breaks[x+1]])
        runpos3<-Filter(function(x) any(length(unlist(x))>=3), runpos)
        saveRDS(runpos3,file=paste0("../Output/CNV/pairComp/chr",c,"_",pop1,".",pop2,"_consecutiveWindows.RData"))
        # filter the results to only consective positions
        positions<-unlist(runpos3)
        results<-results[results$number %in% positions,]
        
        plots<-list()
        plots[[1]]<-ggplot(results[results$V3<=10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.6))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.6), width=0.3, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
        plots[[2]]<-ggplot(results[results$V3<=20000000&results$V3>10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
        plots[[3]]<-ggplot(results[results$V3>20000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
     
        {pdf(paste0("../Output/CNV/pairComp/Y17/",pop1,".",pop2,"_chr",c,".pdf"), width = 12, height = 12)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
        
        
    }
}



```




```{r eval=FALSE, message=FALSE, warning=FALSE}
#plotting 

for (i in 1:nrow(comb)){
    pop1<-comb[i,1]
    pop2<-comb[i,2]
    n1<-ncol(df1)-4
    n2<-ncol(df2)-4
    for (c in 1:26){
        df1<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop1, "_chr",c,".csv"))
        df2<-read.csv(paste0("../Output/CNV/ReadNumber_normalized_",pop2, "_chr",c,".csv"))
        combdf<-cbind(df1[,4:(ncol(df1)-1)],df2[,4:(ncol(df2)-1)])
        wilcoxResults<-apply(combdf, 1, function(x){ wilcox.test(x[1:n1],x[(n1+1):(n1+n2)]) })
        sig<-lapply(wilcoxResults,function(x) {x<-unlist(x)
                                        p<-unname(x[2])
                                        return(as.numeric(p)) })
        
        df1$number<-1:nrow(df1)
        df2$number<-1:nrow(df2)
        test<-df1[,c("number","V1","V2","V3")]    
        test$p.value<-unlist(sig)
        test<-test[test$p.value<=0.01,]
        df1$sd<-apply(df1[,c(4:(ncol(df1)-1))], 1, sd)
        df2$sd<-apply(df2[,c(4:(ncol(df2)-1))], 1, sd)
        re1<-merge(test, df1[,c("number","V1","V2","V3","mean","sd")])
        re2<-merge(test, df2[,c("number","V1","V2","V3","mean","sd")])
        re1$pop<-pop1
        re2$pop<-pop2
        results<-rbind(re1,re2)
        
          
        plots<-list()
        plots[[1]]<-ggplot(results[results$V3<=10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
        plots[[2]]<-ggplot(results[results$V3<=20000000&results$V3>10000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()+ylab(0,)
        plots[[3]]<-ggplot(results[results$V3>20000000,], aes(x=V2, y=mean, color=pop))+
            geom_point(size=0.6, position=position_dodge(width = 0.5))+
            geom_errorbar(aes(ymin=mean-sd, ymax=mean+sd),position=position_dodge(width = 0.5), width=0.2, size=0.2)+
            ggtitle(paste0("Chr",c))+
            xlab("")+ylab("normalized mean read count per 1k")+
            theme(legend.title = element_blank())+
            theme_bw()
     
        {pdf(paste0("../Output/CNV/pairComp/",pop1,".",pop2,"_chr",c,".pdf"), width = 12, height = 12)
        do.call(grid.arrange, c(plots, ncol=1))
        dev.off()}
        
    }
}
        
    



```






```{r eval=FALSE, message=FALSE, warning=FALSE}

```

```{r eval=FALSE, message=FALSE, warning=FALSE}

```

```{r eval=FALSE, message=FALSE, warning=FALSE}

```

```{r eval=FALSE, message=FALSE, warning=FALSE}

```

```{r eval=FALSE, message=FALSE, warning=FALSE}

```

